🏢 Provider: Blueprint
📅 Released: 15.06.2018
🎯 RTP: 96,42%
⚡ Volatility: Medium-High
🧩 Paylines: 117469

How to Play Irish Riches Megaways Slot for Real Money Online

1. RTP (Return to Player): 96.42%
The Return to Player (RTP) of 96.42% implies that, on average, a player can expect to receive back €96.42 for every €100 wagered. The remaining €3.58 represents the casino's edge. This is a slightly above-average RTP, suggesting a favorable long-term return for players compared to many other slots.
2. Paylines: 117,649
With 117,649 potential winning combinations, Irish Riches Megaways employs the Megaways mechanic, which offers a highly variable structure for wins. This indicates that players can experience frequent wins, although they may often be of smaller amounts. The Megaways feature dynamically changes the number of symbols in play with each spin, resulting in an engaging and unpredictable gameplay experience.
3. Maximum Bet Scenario:
When placing the maximum bet of €100, the game boasts a maximum win of €10,000. This means that if a player were to hit the highest multiplier available—which is often extremely rare—the potential payout would simply match this maximum win cap. Therefore, the maximum theoretical return from a max bet scenario is:
Maximum win: €10,000 reflects a solid but reasonable payout opportunity, keeping in mind that reaching this cap will be limited to specific in-game conditions.
4. Minimum Bet Scenario:
For players taking a conservative approach, the minimum bet is €0.20. If they manage to hit the maximum win in this scenario, the calculation would be:
Thus, the theoretical maximum win at the minimum bet would yield:
As an important note, while players can hit impressive results, this situation is purely hypothetical and extremely unlikely given the nature of slot payouts.
5. Simple Expected Return Calculation:
If a player decides to spin the reels 1,000 times with a €1.00 wager (total wager: €1,000), with the RTP of 96.42% they can expect the following return:
Consequently, the expected loss will be:
While this provides a reasonable estimation of potential returns, actual results may diverge significantly due to the random nature of slots.